David L. Fried: Difference between revisions

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'''David L. Fried''' is a [[scientist]], best known for his classic article, "Optical resolution through a randomly inhomogeneous medium for very long and very short exposures.". In it, Fried describes what has come to be known as Fried's seeing diameter, or r0 (usually pronounced r-naught). The seeing diameter is effectively a limiting aperture due to atmospheric turbulence, and is found either empirically or statistically. The seeing diameter limits optical resolution.
'''David L. Fried''' is a [[scientist]], best known for his contributions to [[Optics|optics]]. Fried described what has come to be known as '''Fried's seeing diameter''', or '''r0''' (usually pronounced r-naught). The seeing diameter is effectively a limiting aperture due to atmospheric turbulence, and is found either empirically or statistically. The seeing diameter limits optical resolution.


Typical values for Fried's seeing diameter in the visible spectrum may range from less than 1 cm (you can detect turbulence with your eye) to 20 cm on [[Haleakala|Mt. Haleakala]].
Typical values for Fried's seeing diameter in the visible spectrum may range from less than 1 cm (you can detect turbulence with your eye) to 20 cm on [[Haleakala|Mt. Haleakala]].


''Note: It is a diameter, not a radius, even though r is used as the variable.''


==References==
==References==

Revision as of 22:48, 26 November 2005

David L. Fried is a scientist, best known for his contributions to optics. Fried described what has come to be known as Fried's seeing diameter, or r0 (usually pronounced r-naught). The seeing diameter is effectively a limiting aperture due to atmospheric turbulence, and is found either empirically or statistically. The seeing diameter limits optical resolution.

Typical values for Fried's seeing diameter in the visible spectrum may range from less than 1 cm (you can detect turbulence with your eye) to 20 cm on Mt. Haleakala.


Note: It is a diameter, not a radius, even though r is used as the variable.

References

  • Fried, D. L. (1966) "Optical resolution through a randomly inhomogeneous medium for very long and very short exposures", J. Opt. Soc. Amer. 56:1372-9
  • Fried, D. L. (1965) "Statistics of a Geometric Representation of Wavefront Distortion", J. Opt. Soc. Amer., 55:1427-1435.